The answer depends on the scale of the map.The answer depends on the scale of the map.The answer depends on the scale of the map.The answer depends on the scale of the map.
That depends on the scale you want to use.
On a scale in which 2 inches represents 5 feet, a length of 7.5 inches would represent 18.75 feet.
The large numbers represent inches on a standard tape. Depending on the scale, smaller numbers could be in 16ths or 32s of an inch.
This can be solved with a simple proportion problem. You set it up like this: .5/3 = x/24 Then you can cross multiply to get: (.5)24 = 3x The simplify to get: 12 = 3x Then divide both sides to get: 4 = x So, you need 4 inches to represent 24 feet using this scale.
I don't know. Maybe you should study!
It would represent 6 inches!
Graphic and fractional scales are two different things. A graphic scale on a map is a line marked with the lengths which represent real distances. It has a zero at one end. A fractional scale simply gives the ratio between map and real distances, e.g. 1: 10 000, so zero doesn't come into it.
graphic scale, fractional scale, verbal scale
The answer depends on the scale of the map.The answer depends on the scale of the map.The answer depends on the scale of the map.The answer depends on the scale of the map.
1:100
That depends on the scale you want to use.
No, the fractional scale of a map does not change when it is enlarged. The fractional scale is a fixed ratio that remains constant regardless of the size of the map. It represents the relationship between distances on the map and actual distances on the ground.
On a scale in which 2 inches represents 5 feet, a length of 7.5 inches would represent 18.75 feet.
(63360 x 5in) / 10in on map = 31,680 ==> the fraction scale is 1:31,680
The scale on a printed map is the ratio of a distance on the map to the distance on the ground. For example, 1 inch on a 1:250000 scale map would be 250000 inches on the earth.
The "scale" of a map is a proportionality constant between distances on the map and corresponding distances on the area the map represents. Call the unknown number of inches n. Then 1/2 = n/12, or n = 6.